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| 论文题目 | 期次 | 刊物名称 | 级别 |
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| A generalized summation rule related to Stirling numbers
; z. e7 T0 r0 W( J | 42(2004)194-2017 \1 C3 ?& s0 q/ `$ V& ]9 x' t4 t
| The Fibonacci Quarterly
, o6 G, \ H. ~, M1 j7 G | SCI收录 n( t8 ^. h5 Q5 R
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| 2
5 @+ d' Y" Q8 X" G+ ` | Some summation rules related to the riordan arrays/ [/ ?- H- z u5 S# u( I3 l6 p
| 281/1-3 (2004)
6 k, ?$ U0 S* r% H% `7 w; ` | Discrete Mathematics
# C3 n0 m4 v# ^, C. @: c% ] | SCI收录
# h' S$ y' P4 A& N- [, { |
| 3
% H' s$ e$ r# S$ k3 Q: T | New soliton-like solutions for KdV equation with variable coefficient: e. ~: r& `! H; ]! d
| 346(2005) ( ^3 O& i9 B1 ^5 }
| Physics Letter A # z5 [% k5 B y1 t. T8 t
| SCI收录
: r4 f% R8 r3 \3 l% R3 i |
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| A note on exact traveling solitary wave solutions of integrable Broer-Kaup(BK) equations in (2+1)-dimensional spaces' w" L0 I- A$ Q7 Y
| 25(2005)
h5 _; D4 w! u | Chaos,SolitonandFractals : [' S& P! |- N; q/ a
| SCI收录! w2 q5 B" j+ S
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| 5
2 @0 c, F: H W' L; ~0 L4 T' e | An efficient method for finding the exact solution of nonlinear evolution equations
* Y8 C7 y* i. h+ r$ x* M2 k( R | Vol.19No.28(2005) 7 Z7 f5 K( Q( K' y1 V
| Modern Physics Letter B $ K; ~6 u; V! J* ~( j$ Y H) ]9 z% _
| SCI收录
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$ q5 ~5 e3 F( p- L# n( Z | The algebraic properties of the generalized Pascal functional matrices associated with the exponential families1 |. K& x: q% y2 H1 I
| 318(2000) 45-52- J/ O9 l# L$ M" c) k1 i
| Linear Algebra and its Applications% E7 t; @# a- N" T' ?* z4 Y
| SCI收录( Q* X/ W) E, ^1 d- o' k
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1 o+ b( W, k1 x! o! D# B. n' V9 [* d" @# \% S$ g+ @8 `/ @
| The repeated homogeneous balance method and its applications to nonlinear partial differential equations. [% B; S* g$ f
| 28 (2006) 448-453
- r( x) W. k9 ^# b | Chaos,SolitonandFractals ' S* r( m9 ?$ I- V0 p- {5 L# O
| SCI收录5 i* ^) u, D0 q6 @# |
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| 8, t% u4 A( X& N9 @3 w' s
| Sequences related to Riordan arrays# a# R. b& O0 s1 Z T- B4 C5 p
| 40(2002) 247-2523 X: ]$ o2 y; n4 q% {
| The Fibonacci Quarterly
; e; [0 M4 K" J9 ^2 |( M/ [) `3 b. M | SCI收录) D `& h& y# m5 o. S8 E
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| 9
1 O7 @+ V& f9 Q ?: e2 V | A new note on a homogeneous balance method$ D; X6 O! [ Q) S$ l/ i }, ?
| 297(2002) 59-677 ~! \" U2 i/ |$ A2 b% u
| Physics Letter A8 J6 e3 m/ N5 ^+ z$ G W0 K2 V1 R
| SCI收录) R; w& K @7 ^; {/ M1 v
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| 10) K0 \" R; F" @* d
| Some identities related to reciprocal functions
) l3 u0 ]: K- R9 Q- a5 e T | 265 (2003) 323-335
$ t' e$ W+ ~/ F$ f( v$ X! |% _$ O | Discrete Mathematics! G5 ?$ K5 v) p0 P
| SCI收录6 R7 I# H) ]+ \
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